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- W3100693552 abstract "We present a systematic computation of the heat conductivity of the Markov jump process modeling the energy exchanges in an array of locally confined hard spheres at the conduction threshold. Based on a variational formula [Sasada M. 2016, {it Thermal conductivity for stochastic energy exchange models}, arXiv:1611.08866], explicit upper bounds on the conductivity are derived, which exhibit a rapid power-law convergence towards an asymptotic value. We thereby conclude that the ratio of the heat conductivity to the energy exchange frequency deviates from its static contribution by a small negative correction, its dynamic contribution, evaluated to be $-0.000,373$ in dimensionless units. This prediction is corroborated by kinetic Monte Carlo simulations which were substantially improved compared to earlier results." @default.
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- W3100693552 date "2017-04-24" @default.
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- W3100693552 title "Dynamical contribution to the heat conductivity in stochastic energy exchanges of locally confined gases" @default.
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- W3100693552 doi "https://doi.org/10.1088/1742-5468/aa60ce" @default.
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